Тренировочный вариант 362 от Ларина Задание 12 (13) ЕГЭ
№ задачи в базе 2992
а) Решите уравнение б) Найдите все корни уравнения, принадлежащие отрезку [-1; 1]
Ответ:
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ по математике 2022 Ларин варианты 362 тренировочный вариант от Ларина Алгебра Уравнение Тригонометрия
ФИПИ 2025 🔥
ФИПИ 2025 🔥
Примечание:
Тренировочный вариант 362 от Ларина Задание 12 (13) ЕГЭ
![а) Решите уравнение `sqrt(3)sin^2(2x)-2sin(4x)+sqrt(3)cos^2(2x)=0` б) Найдите все корни уравнения, принадлежащие отрезку [-1; 1] 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)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
